Maths Exam

1. Simplify 1

Simplify the following expression: $$ 2(-5)6 - \left(-3 + 5\right)\left(-5 + 6\right) $$
Correct Answer
$$ -62$$ or -62.0000

2. Simplify 2

Simplify the following expression: $$ \left(5 - 6 + -3 - -1\right)2\left(3 + 4\right) $$
Correct Answer
$$ -42$$ or -42.0000

3. Fractions 1

Simplify the following expression: $$ \frac{5}{5} + \frac{4}{6} $$
Correct Answer
$$ \frac{5}{3}$$ or 1.6666666666666665

4. Fractions 2

Simplify the following expression: $$ \frac{\frac{-3}{4}}{\frac{4}{6}} $$
Correct Answer
$$ \frac{-9}{8}$$ or -1.125

5. Significant figures

1. Write the following to 4 significant figures: 0.029999323
Correct Answer
0.03000 or $$3.000\times10^{-2}$$
2. Write the following to 4 significant figures: 11.214885
Correct Answer
11.21 or $$1.121\times10^{1}$$

6. Standard Form

1. Write the following in standard form to 5 significant digits: 0.000757398
Correct Answer
$$7.5740\times10^{-4}$$
2. Write the following in standard form to 3 significant digits: 1.26843
Correct Answer
$$1.27\times10^{0}$$

7. Significant figures

1. Write the following in preferred standard form to 5 significant digits: 0.00001172983
Correct Answer
$$11.730\times10^{-6}$$
2. Write the following in preferred standard form to 5 significant digits: 0.002587590
Correct Answer
$$2.5876\times10^{-3}$$

8. Simplify 2

Simplify the following expression: $$ {\left(4 + 3\right)}^{2} - \left(-2(-5) + 5(-1)\right) $$
Correct Answer
$$ 44$$ or 44.0000

9. Simplify 1

Simplify the following expression: $$ \left(4 - 4 + 4\times1\right)2(-3)(-2) $$
Correct Answer
$$ 48$$ or 48.0000

10. Simplify 2

Simplify the following expression: $$ 2\times5\times2\frac{-2 - 2}{4 + 1} $$
Correct Answer
$$ -16$$ or -16.0000


Other Articles:

BodyWorks: EMG Analysis

A page with a javascript application where you can interact with EMG data using various filters.

Generating Plant-like Structures Using Neural Networks

BodyWorks: Kinematics Tool

A page with a javascript application where you can set body positions, calculate joint angles and animate human motion.




© Hugo2015. Session @sessionNumber